×
Author ID: moir.thomas-j Recent zbMATH articles by "Moir, Thomas J."
Published as: Moir, T. J.; Moir, Thomas J.
Documents Indexed: 27 Publications since 1982
Co-Authors: 2 Co-Authors with 9 Joint Publications
52 Co-Co-Authors

Publications by Year

Citations contained in zbMATH Open

15 Publications have been cited 36 times in 30 Documents Cited by Year
Optimal self-tuning filtering, prediction, and smoothing for discrete multivariable processes. Zbl 0537.93063
Moir, Thomas J.; Grimble, Michael J.
16
1984
A unified approach to multivariable discrete-time filtering based on the Wiener theory. Zbl 0627.93067
Barrett, John F.; Moir, Thomas J.
6
1987
Optimal deconvolution smoother. Zbl 0588.93067
Moir, T. J.
4
1986
Multivariable weighted minimum variance self-tuning controllers. Zbl 0593.93066
Grimble, M. J.; Moir, T. J.
4
1985
A unified approach to optimal estimation using diophantine equations. Zbl 0780.93086
Dabis, H. S.; Moir, T. J.
4
1993
A kepstrum approach to filtering, smoothing and prediction with application to speech enhancement. Zbl 1045.94505
Moir, T. J.; Barrett, J. F.
3
2003
The kepstrum method for spectral analysis. Zbl 0593.60050
Barrett, J. F.; Moir, T. J.
3
1986
Stabilising discrete polynomials using spectral factorisation. Zbl 0727.93010
Moir, T. J.
3
1991
Weighted minimum variance controller for nonsquare multivariable systems. Zbl 0624.93073
Moir, T. J.; Grimble, M. J.
2
1986
Automatic variance control and variance estimation loops. Zbl 0994.93058
Moir, T. J.
2
2001
Control systems approach to the sample inverse covariance matrix. Zbl 1166.93373
Moir, T. J.
2
2009
Wiener theory of digital linear-quadratic control. Zbl 0683.93094
Moir, T. J.; Barrett, J. F.
1
1989
Finite interval smoothing for discrete-time systems. Zbl 0547.93073
Moir, T. J.; Grimble, M. J.
1
1982
A \(z\)-domain transfer function solution to the non-minimum phase acoustic beamformer. Zbl 1126.93378
Moir, T. J.
1
2007
A hybrid noise canceller with a real-time adaptive Wiener filter and a geometric-based voice-activity detector for an automotive application. Zbl 1193.93177
Qi, T. Z.; Moir, T. J.
1
2010
A hybrid noise canceller with a real-time adaptive Wiener filter and a geometric-based voice-activity detector for an automotive application. Zbl 1193.93177
Qi, T. Z.; Moir, T. J.
1
2010
Control systems approach to the sample inverse covariance matrix. Zbl 1166.93373
Moir, T. J.
2
2009
A \(z\)-domain transfer function solution to the non-minimum phase acoustic beamformer. Zbl 1126.93378
Moir, T. J.
1
2007
A kepstrum approach to filtering, smoothing and prediction with application to speech enhancement. Zbl 1045.94505
Moir, T. J.; Barrett, J. F.
3
2003
Automatic variance control and variance estimation loops. Zbl 0994.93058
Moir, T. J.
2
2001
A unified approach to optimal estimation using diophantine equations. Zbl 0780.93086
Dabis, H. S.; Moir, T. J.
4
1993
Stabilising discrete polynomials using spectral factorisation. Zbl 0727.93010
Moir, T. J.
3
1991
Wiener theory of digital linear-quadratic control. Zbl 0683.93094
Moir, T. J.; Barrett, J. F.
1
1989
A unified approach to multivariable discrete-time filtering based on the Wiener theory. Zbl 0627.93067
Barrett, John F.; Moir, Thomas J.
6
1987
Optimal deconvolution smoother. Zbl 0588.93067
Moir, T. J.
4
1986
The kepstrum method for spectral analysis. Zbl 0593.60050
Barrett, J. F.; Moir, T. J.
3
1986
Weighted minimum variance controller for nonsquare multivariable systems. Zbl 0624.93073
Moir, T. J.; Grimble, M. J.
2
1986
Multivariable weighted minimum variance self-tuning controllers. Zbl 0593.93066
Grimble, M. J.; Moir, T. J.
4
1985
Optimal self-tuning filtering, prediction, and smoothing for discrete multivariable processes. Zbl 0537.93063
Moir, Thomas J.; Grimble, Michael J.
16
1984
Finite interval smoothing for discrete-time systems. Zbl 0547.93073
Moir, T. J.; Grimble, M. J.
1
1982

Citations by Year